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𝑥^2 − 22𝑥 + 120

Answer:

𝑥^2 − 22𝑥 + 120

We can further write it a

= 𝑥^2 − 10𝑥 − 12𝑥 + 120

By taking out the common terms

= x (x – 10) – 12 (x – 10)

So we get,

= (x – 12) (x – 10)

"hello everyone i am sumanjali math tutor
from leader learning
welcome to question and answer session
given expression
is x square minus 22 x
plus 120 this is the expression and we
need to
express this expression in terms of
factors
okay so factorize this expression
we need to factorize this expression
okay so first of all the expression is
in the form of a x
square plus b x plus c this is the
expression format
and for that if we take the product of a
and
c okay a value will be 1 and c value
will be
120 okay so the product will be 120
and the another set of factors for 120
are
10 12 okay so we can express
minus 22 x okay we can express minus 22
x as minus 10x minus 12x
okay we can express like this okay so in
place of minus 22x i'm writing minus 10x
minus 12x okay
plus 120 so from the first two terms i'm
taking common
x so that x minus 10 will remain and
from the second
two terms i'm taking minus 12 as common
so that
x minus 10 will reminds as 12 tens are
120
okay so i'm again taking common x minus
10
so that x minus 12 will reminds so we
can express the given
expression x square minus 22
x plus 120 as a product of
x minus 10 into x minus 12
okay so this is the answer hope you
understand
if you have further questions reach us
at comment section
and subscribe to the channel leader
learning for further queries
thank you"

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